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蛋白质中质子化状态的宏观静电模型。

Macroscopic electrostatic models for protonation states in proteins.

作者信息

Bashford Donald

机构信息

Department of Molecular Biotechnology, Hartwell Center for Bioinformatics and Biotechnology, Saint Jude Children's Research Hospital, Memphis, TN 38105-2794, USA.

出版信息

Front Biosci. 2004 May 1;9:1082-99. doi: 10.2741/1187.

Abstract

The use of macroscopic electrostatic models to calculate the relative energetics of protonation states and the pH-titration properties of ionizable groups in proteins is described. These methods treat the protein as an irregularly-shaped low-dielectric object containing embedded atomic charges immersed in a high-dielectric (solvent) medium. The energetics of altering protonation states then involves the electrostatic work of altering the embedded atomic charges. The governing electrostatic equation is either the Poisson or linearized Poisson-Boltzmann equation, which generally requires numerical solution. A tutorial approach is taken, the main aim of which is a thorough understanding of the method.

摘要

本文描述了使用宏观静电模型来计算蛋白质中可电离基团的质子化状态的相对能量学和pH滴定特性。这些方法将蛋白质视为一个形状不规则的低介电物体,其中包含浸没在高介电(溶剂)介质中的嵌入原子电荷。改变质子化状态的能量学涉及改变嵌入原子电荷的静电功。 governing electrostatic equation为泊松方程或线性化泊松-玻尔兹曼方程,通常需要数值解。本文采用了一种教程式的方法,其主要目的是深入理解该方法。 (注:原文中“governing electrostatic equation”未准确翻译,可能是“控制静电方程”之类的意思,需结合更准确语境判断,这里先按字面翻译。)

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